Question

1. check for reasonableness how does a value that is greater than 100% of the original value or less than 1% of the original value compare to the original value?

Explanation:

Step1: Understand percentage concept

Percentages represent parts of a whole. 100% of a value is the whole value itself.

Step2: Analyze value > 100%

A value greater than 100% of the original value is larger than the original value. For example, if the original value is $x$, 150% of $x$ is $1.5x$, which is greater than $x$.

Step3: Analyze value < 1%

A value less than 1% of the original value is much smaller than the original value. For example, if the original value is $x$, 0.5% of $x$ is $0.005x$, which is a tiny fraction of $x$.

Answer:

A value greater than 100% of the original value is larger than the original value, and a value less than 1% of the original value is much smaller than the original value.